A force gives an object of `m_(1)` an acceleration of `12m/s^(2)` and an object of mass `m_(2)` an acceleration of `10m/s^(2)`.The ratio of accelerations the force would give to an object of mass `m_(2)-m_(1)` and `m_(2)+m_(1)`
(1) `4:1,`
(2) `2:1`
(3) `10:1,`
(4) `11:1`

A force of 10 N gives a mass m_(1) an acceleration of 10m//s^(2) and a mass m_(2) an acceleration of 20m//s^(2) What acceleration would it give if both the masses are tid together ?

A force of 5N gives a mass m_(1) , an acceleration of 10m//s^(2) , and a mass m_(2) , an acceleration of 20m//s^(2) . What acceleration would it give if both the masses were tied together?

A force of 5N gives a mass m_(1) , an acceleration of m//s^(2) , and a mass m_(2) , an acceleration of 24 m//s^(2) . What acceleration would it give if both the masses are tied together?

A force of 5 N gives a mass m_(1) , an acceleration of 10 m s^(-2) and a mass m_(2) , an acceleration of 20 m s^(-2) . What acceleration would it give if both the masses were tied together?

A force of 2N gives a mass m_(1) an acceleration of 5m//s^(2) and a mass m_(2) an acceleration of 7m//s^(2) . What acceleration would be produced if both the masses are tied together?

If acceleration of A is 2m//s^(2) to left and acceleration of B is 1m//s^(2) to left, then acceleration of C is-

What is the force which produces an acceleration of 1 m/ s^(2) in a body of mass 1 kg?

In the figure acceleration of A is 1m//s^(2) upward, acceleration of B is 7m//s^(2) upward acceleration of C is 2m//s^(2) upward. The acceleration of D will be.

A force F applied to an object of mass m_(1) prodices an acceleration of 3.00m//s^(2). The same force applied to a second object of mass m_(2) produces an acceleration of 1.00m//s^(2). (i) What is the value of the ratio m_(1)//m_(2) ? (ii) If m_(1) and m_(2) are combined, find their acceleration under the action of the force F.